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Multiplying Special Cases

Last updated over 1 year ago

10 questions

Note from the author:

Instructions

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Focusing on finding the square and difference of squares. 

Question 1

1.

Question 2

2.

Question 3

3.

Question 4

4.

Question 5

5.

Question 6

6.

Question 7

7.

Question 8

8.

Question 9

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Question 10

10.

(3x-2)^2 

9x^2+4

6x^2+12x+4

9x^2+12x+4

9x^2+6x+4

(m-4)^2

m^2-8m+16

m^2-4m+16

m^2+8m+16

m^2-16

Write as a difference of squares: (x^2-25) 

(x-5)(x+5)

(x-5)^2

x(x-25)

(x+5)^2

(a+6)^2 

a^2+12a

a^2+12a+36

a^2+36

a^2+6a+36

Write as a difference of squares. (a^2-121) 

(a-11)(a+11) 

(a^2-11a+121) 

a^2+11 

(a-1)(a+1) 

(v^2-64). Find the difference of squares. 

v^2-8v+64

(v-4)(v+4) 

(v-8)(v+8) 

v^2-4v+16

Expand (x+3)^{2}.

x^{2}+9

x^{2}+3

x^{2}+6x+9

6x+9

Simplify (x+5)(x-5).

x^{2}-25

5x-5

x^{2}-5

x^{2}+25

Expand (2x-4)^{2}.

2x^{2}-8x+16

4x^{2}-16x+16

4x^{2}-8x+16

4x^{2}-16x+8

Rewrite (3+a)(3-a).

9-a^{2}

3a-3a

a^{2}-9

9+a^{2}